{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Bird's eye view of Qiskit Metal"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "#### You'll use Qiskit Metal in 4 stages\n",
    "\n",
    "1. Choose a design class to instantiate.\n",
    "    \n",
    "2. Add and modify pre-built components (qubits, coplanar wave guides, etc.) from the QComponent library to your design. (Or, [create your own components](../2-From-components-to-chip/2.31-Create-a-QComponent-Basic.ipynb)) \n",
    "         \n",
    "         \n",
    "         \n",
    "3. Render to Simulate & Analyze \n",
    "    * Current Rendering Options:\n",
    "        * Ansys \n",
    "            * HFSS Renderer - for high frequency simulations (eigenmode, modal, terminal)\n",
    "                * EPR Analysis - Uses eigenmode simulation to perform energy participation ratio analysis\n",
    "            * Q3D Renderer - for extracting equivalent circuit values of a layout, such as capacitance\n",
    "                * LOM Analysis - Uses the capacitance matrix from Q3D to determine the parameters of a transmon qubit\n",
    "            \n",
    "            \n",
    "            \n",
    "4.  Render for Fabrication\n",
    "    * Current Rendering Options:\n",
    "        * GDS \n",
    "        \n",
    "\n",
    "\n",
    "\n",
    "These steps are shown visually below in the following diagram"
   ]
  },
  {
   "attachments": {
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    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![QDesign Data Flow_accurate.jpg](attachment:dc5dd3ac-561d-44fc-a612-e29d93666336.jpg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### *_This tutorial is for steps 1 and 2._*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Using this Tutorial"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Metal can be used three different ways: \n",
    "   * Jupyter Notebooks\n",
    "        * For interactive code\n",
    "        * To Use:\n",
    "            1. Just press run :D \n",
    "   * Python scripts\n",
    "       * For setting internal breakpoints\n",
    "       * To Use: \n",
    "           1. Copy snippets of code from these Notebooks and save as a Python file. \n",
    "           2. Run in your favorite editor. (We like VS Code!)\n",
    "   * Metal GUI\n",
    "        * _In the future, we anticipate Metal GUI to have full functionality._\n",
    "        * To Use: \n",
    "            1. You _must_ first use either Jupyter Notebooks or Python Scripts to add components to your QDesign. \n",
    "            2. Use the GUI to visualize and manually edit your components.\n",
    "\n",
    "\n",
    "Let's dive in!\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### QDesign (need-to-know)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Each time you create a new quantum circuit design, you start by instantiating a QDesign class. \n",
    "\n",
    "There are different design classes in the design library `qiskit_metal.designs` for different design layouts. For example the design class `DesignPlanar` is best for 2D circuit designs. \n",
    "\n",
    "Every design class (except `QDesign`) inherits from the base `QDesign` class. `QDesign` defines basic functionality for all other design classes and should not be directly instantiated. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### QDesign (in-depth)\n",
    "\n",
    "QDesign keeps track of each of the components (qubits, coplanar wave guides, etc.) that you add to your circuit and the relationships between them. \n",
    "\n",
    "As you can see below, QDesign keeps track of many things:"
   ]
  },
  {
   "attachments": {
    "5e897a72-0dcd-4df0-83f7-ca0bbc6a3d95.jpg": {
     "image/jpeg": 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    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![QDesign Data Flow_accurate_inside.jpg](attachment:5e897a72-0dcd-4df0-83f7-ca0bbc6a3d95.jpg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "* QComponents - do *not* directly instantiate\n",
    "    * Components of your design\n",
    "    * Example:\n",
    "        * Transmon Qubits\n",
    "        * CPWs\n",
    "        * etc.\n",
    "    * Upon creation, the QComponent's `make` function runs and adds the QComponent's geometries (rectangles, line segments, etc.) to the QGeometryTables\n",
    "\n",
    "\n",
    "* QGeometryTables - instantiate during init of QDesign\n",
    "    * Stores backend information about components\n",
    "    * Populated when QComponents are added to QDesign \n",
    "        \n",
    "        \n",
    "* QNet.net_info - instantiate during init of QDesign\n",
    "    * Stores backend information on existing connections between components \n",
    "    * Instantiated in the backend by QDesign\n",
    "    * Populated during connections of QComponents\n",
    "    \n",
    "* QRenderer - instantiate during init of QDesign\n",
    "    * This is what allows you to export your designs into Ansys, GDS, etc.\n",
    "    * `qiskit_metal/config.py` contains list of all instantiated renderers\n",
    "    \n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Coding Time!\n",
    "\n",
    "Today we'll be creating a 2D design and adding a single qcomponent\n",
    "\n",
    "So, let us dive right in. For convenience, let's begin by enabling [automatic reloading of modules](https://ipython.readthedocs.io/en/stable/config/extensions/autoreload.html?highlight=autoreload) when they change."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Import Qiskit Metal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <h1 style=\"\n",
       "        background: #12c2e9;  /* fallback for old browsers */\n",
       "        background: -webkit-linear-gradient(to right, #d4418e 0%, #0652c5 74%);  /* Chrome 10-25, Safari 5.1-6 */\n",
       "        background: linear-gradient(315deg, #d4418e 0%, #0652c5 74%); /* W3C, IE 10+/ Edge, Firefox 16+, Chrome 26+, Opera 12+, Safari 7+ */\n",
       "        margin-top: 50px;\n",
       "        border-style: outset;\n",
       "        padding-top:100px;\n",
       "        padding-bottom:50px;\n",
       "        padding-left:25px;\n",
       "        color: white;\n",
       "    \"> Welcome to Qiskit Metal! <h1>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import qiskit_metal as metal\n",
    "from qiskit_metal import designs, draw\n",
    "from qiskit_metal import MetalGUI, Dict, open_docs\n",
    "\n",
    "%metal_heading Welcome to Qiskit Metal!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here, we import the folders designs, draw, MetalGUI, Dict, and open_docs from the qiskit_metal code."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## My First Quantum Design (QDesign)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Choose a design layout.\n",
    "We will start with the simple planar QDesign."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "design = designs.DesignPlanar()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Since we are likely to be making many changes while tuning and modifying our design, we will enable overwriting. \n",
    "# If you disable the next line, then you will need to delete a component [<component>.delete()] before recreating it.\n",
    "\n",
    "design.overwrite_enabled = True"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <h1 style=\"\n",
       "        background: #12c2e9;  /* fallback for old browsers */\n",
       "        background: -webkit-linear-gradient(to right, #d4418e 0%, #0652c5 74%);  /* Chrome 10-25, Safari 5.1-6 */\n",
       "        background: linear-gradient(315deg, #d4418e 0%, #0652c5 74%); /* W3C, IE 10+/ Edge, Firefox 16+, Chrome 26+, Opera 12+, Safari 7+ */\n",
       "        margin-top: 50px;\n",
       "        border-style: outset;\n",
       "        padding-top:100px;\n",
       "        padding-bottom:50px;\n",
       "        padding-left:25px;\n",
       "        color: white;\n",
       "    \"> Hello Quantum World! <h1>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%metal_heading Hello Quantum World!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'material': 'silicon',\n",
       " 'layer_start': '0',\n",
       " 'layer_end': '2048',\n",
       " 'size': {'center_x': '0.0mm',\n",
       "  'center_y': '0.0mm',\n",
       "  'center_z': '0.0mm',\n",
       "  'size_x': '9mm',\n",
       "  'size_y': '6mm',\n",
       "  'size_z': '-750um',\n",
       "  'sample_holder_top': '890um',\n",
       "  'sample_holder_bottom': '1650um'}}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# We can also check all of the chip properties to see if we want to change the size or any other parameter. \n",
    "# By default the name of chip is \"main\".\n",
    "design.chips.main"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "design.chips.main.size.size_x = '11mm'\n",
    "design.chips.main.size.size_y = '9mm'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Launch Qiskit Metal GUI to interactively view, edit, and simulate QDesign: Metal GUI"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "gui = MetalGUI(design)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## My First Quantum Component (QComponent)\n",
    "### A transmon qubit\n",
    "You can create a ready-made transmon qubit from the QComponent Library, `qiskit_metal.qlibrary.qubits`. \n",
    "`transmon_pocket.py` is the file containing our qubit so `transmon_pocket` is the module we import. \n",
    "The `TransmonPocket` class is our transmon qubit. Like all quantum components, `TransmonPocket` inherits from `QComponent` \n",
    "\n",
    "* Let's create a new qubit by creating an object of this class. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Select a QComponent to create (The QComponent is a python class named `TransmonPocket`)\n",
    "from qiskit_metal.qlibrary.qubits.transmon_pocket import TransmonPocket\n",
    "\n",
    "\n",
    "q1 = TransmonPocket(design, 'Q1', options=dict(connection_pads=dict(a=dict()))) # Create a new Transmon Pocket object with name 'Q1' \n",
    "gui.rebuild()  # rebuild the design and plot \n",
    "\n",
    "gui.edit_component('Q1') # set Q1 as the editable component \n",
    "gui.autoscale() #resize GUI to see QComponent"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 500
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gui.screenshot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's see what the Q1 object looks like"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\u001b[95m\u001b[1mname:    \u001b[94m\u001b[1mQ1\u001b[0m\n",
       "\u001b[95m\u001b[1mclass:   \u001b[94m\u001b[1mTransmonPocket        \u001b[0m\n",
       "\u001b[95m\u001b[1moptions: \u001b[0m\n",
       "  'pos_x'             : '0um',                        \n",
       "  'pos_y'             : '0um',                        \n",
       "  \u001b[1m'connection_pads'   \u001b[0m: {\n",
       "       \u001b[1m'a'                 \u001b[0m: {\n",
       "            'pad_gap'           : '15um',                       \n",
       "            'pad_width'         : '125um',                      \n",
       "            'pad_height'        : '30um',                       \n",
       "            'pad_cpw_shift'     : '5um',                        \n",
       "            'pad_cpw_extent'    : '25um',                       \n",
       "            'cpw_width'         : 'cpw_width',                  \n",
       "            'cpw_gap'           : 'cpw_gap',                    \n",
       "            'cpw_extend'        : '100um',                      \n",
       "            'pocket_extent'     : '5um',                        \n",
       "            'pocket_rise'       : '65um',                       \n",
       "            'loc_W'             : '+1',                         \n",
       "            'loc_H'             : '+1',                         \n",
       "                             },\n",
       "                        },\n",
       "  'chip'              : 'main',                       \n",
       "  'pad_gap'           : '30um',                       \n",
       "  'inductor_width'    : '20um',                       \n",
       "  'pad_width'         : '455um',                      \n",
       "  'pad_height'        : '90um',                       \n",
       "  'pocket_width'      : '650um',                      \n",
       "  'pocket_height'     : '650um',                      \n",
       "  'orientation'       : '0',                          \n",
       "  'hfss_wire_bonds'   : False,                        \n",
       "  'q3d_wire_bonds'    : False,                        \n",
       "  'hfss_inductance'   : '10nH',                       \n",
       "  'hfss_capacitance'  : 0,                            \n",
       "  'hfss_resistance'   : 0,                            \n",
       "  'hfss_mesh_kw_jj'   : 7e-06,                        \n",
       "  'q3d_inductance'    : '10nH',                       \n",
       "  'q3d_capacitance'   : 0,                            \n",
       "  'q3d_resistance'    : 0,                            \n",
       "  'q3d_mesh_kw_jj'    : 7e-06,                        \n",
       "  'gds_cell_name'     : 'my_other_junction',          \n",
       "\u001b[95m\u001b[1mmodule:  \u001b[94m\u001b[1mqiskit_metal.qlibrary.qubits.transmon_pocket\u001b[0m\n",
       "\u001b[95m\u001b[1mid:      \u001b[94m\u001b[1m1\u001b[0m"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "q1 #print Q1 information"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### What are the default options?\n",
    "The QComponent comes with some default options like the length of the pads for our transmon pocket.\n",
    "* Options are parsed internally by Qiskit Metal via the component's `make` function. \n",
    "* You can change option parameters from the gui or the script api. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <div style=\"\n",
       "        padding-top:10px;\n",
       "        padding-bottom:10px;\n",
       "        font-weight: bold;\n",
       "        font-size: large;\n",
       "        text-align: center;\n",
       "        color: white;\n",
       "        background: #12c2e9;  /* fallback for old browsers */\n",
       "        background: -webkit-linear-gradient(to right, #f64f59, #c471ed, #12c2e9);  /* Chrome 10-25, Safari 5.1-6 */\n",
       "        background: linear-gradient(to right, #f64f59, #c471ed, #12c2e9); /* W3C, IE 10+/ Edge, Firefox 16+, Chrome 26+, Opera 12+, Safari 7+ */\n",
       "    \">\n",
       "        How do I edit options?  API or GUI\n",
       "    </div>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%metal_print How do I edit options?  API or GUI"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can now use the Metal GUI to edit, plot, and modify quantum components.\n",
    "Equivalently, you can also do everything from the Jupyter Notebooks/Python scripts (which call the Python API directly).\n",
    "The GUI is just calling the Python API for you.\n",
    "\n",
    "*You must use a string when setting options!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Change options\n",
    "q1.options.pos_x = '0.5 mm'\n",
    "q1.options.pos_y = '0.25 mm'\n",
    "q1.options.pad_height = '225 um'\n",
    "q1.options.pad_width  = '250 um'\n",
    "q1.options.pad_gap    = '50 um'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "gui.rebuild() # Update the component geoemtry, since we changed the options\n",
    "\n",
    "# Get a list of all the qcomponents in QDesign and then zoom on them.\n",
    "all_component_names = design.components.keys()\n",
    "\n",
    "gui.zoom_on_components(all_component_names)\n",
    "\n",
    "# An alternate way to view within GUI. If want to try it, remove the \"#\" from the beginning of line.\n",
    "#gui.autoscale() #resize GUI "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Closing the Qiskit Metal GUI"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# gui.main_window.close()"
   ]
  }
 ],
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